w = bohmanwin(L) returns an L-point Bohman window in column vector w. A Bohman window is the convolution of two half-duration cosine lobes. In the time domain, it is the product of a triangular window and a single cycle of a cosine with a term added to set the first derivative to zero at the boundary. Bohman windows fall off as 1/w⁴.

Examples

Compute a 64-point Bohman window and display the result using WVTool:

L=64;
wvtool(bohmanwin(L))

Algorithm

The equation for computing the coefficients of a Bohman window is

where and the window length is .

References

[1] Harris, F. J. "On the Use of Windows for Harmonic Analysis with the Discrete Fourier Transform." Proceedings of the IEEE. Vol. 66 (January 1978). p. 67.

bohmanwin - Bohman window

Syntax

Description

Examples

Algorithm

References

See Also

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